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#include <monomialshapefunctions.hh>
Inheritance diagram for Dune::MonomialShapeFunctionSet< C, T, d >:

The shape functions map from C^d to T.
template parameters are:
The order of the shape functions is a parameter to the constructor
Public Types | |
| enum | { dim = d } |
| typedef C | CoordType |
| Type used for the coordinates. | |
| typedef T | ResultType |
| Type used for the result values. | |
| enum | |
| Dimension of the reference domain. | |
| enum | |
| Number of components per shape function. | |
|
typedef ShapeFunction< C, T, d, N > | value_type |
| The type of the entries in this container. | |
Public Member Functions | |
| MonomialShapeFunctionSet (int order) | |
| virtual int | size () const |
| total number of shape functions, i.e. degrees of freedom | |
| virtual int | size (int entity, int codim) const |
| | |
| virtual const ShapeFunction & | operator[] (int i) const |
| random access to i'th ShapeFunction | |
| virtual int | order () const |
| return order | |
| virtual GeometryType | type () const |
| return type of element where this ShapeFunctionSet is for | |
| anonymous enum |
| dim | Dimension of the ShapeFunctionSet |
| Dune::MonomialShapeFunctionSet< C, T, d >::MonomialShapeFunctionSet | ( | int | order | ) | [inline] |
Construct a monomial shape function set of given order
| virtual GeometryType Dune::MonomialShapeFunctionSet< C, T, d >::type | ( | ) | const [inline, virtual] |
return type of element where this ShapeFunctionSet is for
we dont' have a special geometry, so we return unitsquare
Implements Dune::ShapeFunctionSet< C, T, d, 1 >.